RLP: a program package for solving restricted 1-facility location problems in a user friendly environment

Article Abstract:

The Restricted Location Problem software is a combination of popular algorithms for solving 1-facility location problems in the plane. It also includes new procedures for solving restricted location problems. The entire solving process involves the Make Restricted Location Problems which aids the user in describing the problem and the Restricted Median Problem for Windows or the Restricted Problem for Windows which can be accommodated by a Microsoft Windows program. Problems involving 100 facilites can be supported by the program.

Evaluation, Performance analysis software, Restricted Location Problems (Performance analysis software)

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Codes of geometrical algorithms for the (weighted) minimum circle problem

Article Abstract:

Two codes based on the Elzinga-Hearn algorithm are presented as solutions to the weighted minimum circle problem. Formula translator-based COVER and WTDCOVER codes have been developed by Donald W. Hearn and James Vijay. Another code, ELZINGA-HEARN (C), has been developed by S. Nickel for the same problem type. These codes for geometrical algorithms all exhibit computational efficiency in solving the specified problem.

Information management, FORTRAN (Programming language), FORTRAN

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Multicriteria planar location problems

Article Abstract:

A general model for multiobjective single-facility location problems of the lexicographic, Pareto and max ordering (MO) type was constructed. Specifically, lexicographic, Pareto and MO locations were characterized using the squared Euclidean distance as the distance function. In addition, polynomial algorithms based on restricted location theory were developed for solving the three problems.

Research, Case studies, Industrial sites, Industrial locations, Industrial location

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